Track / Stage 4 / 206 of 340 #466 of 1964

Problem 466

AMC 12 late, AIME early

Algebra Difficulty 4.8 Find the answer

For the quadratic equation in $x$ , $x^{2}+(m+1) x+2 m$ $=0$ , if it has two integer roots, then $m=$ $\qquad$ , and the roots of the equation are $\qquad$ .

Your answer

A number or a short expression. Fractions can be typed as 3/2, and spacing doesn't matter.

Official solution

$\begin{array}{l}\text { 9. 0 and } 6 \text {, } \\ 0,-1,-3,-4 \text {. }\end{array}$

Source: NuminaMath-1.5, licensed Apache-2.0. Statement reproduced verbatim; metadata (topic, difficulty, ordering) added by this project.